Answer:
R(x) = 150x - 6
Explanation:
Marginal Revenue function = 150 - 12
Revenue function = 
R(x) = 150x - 8*(x^1/3+1) / (1/3 + 1) + c
R(x) = 150x - 8*3/4x^4/3 + c
R(x) = 150x - 6x^4/3 + c
Given R(o) = 0
R(o) = 0 = O + C --- C = O
R(x) = 150x - 6
Date of Declaration:
Dr: Retained Earnings 22,850,000
Cr: Common Stock Dividend Distributable 350,000
Cr: Paid-in Capital in Excess of Par-Common 22,500,000
500,000*45 = 22,500,000
22,500,000+350,000=22,850,000
Date of Distribution:
(70%*500,000) = 350,000
Dr: Common Stock Dividend Distributable 350,000
Cr: Common Stock 350,000
The journal entry to record the transaction is: Debit Cash $259,960; Debit Discount on bonds payable $8,040;Credit Bonds payable $268,000.
<h3>Sales of bonds</h3>
Splish Brothers Inc journal entry
March 1,2022
Debit Cash $259,960
($268,000 × 97%)
Debit Discount on bonds payable $8,040
($268,000 × 3%)
Credit Bonds payable $268,000
(To record sales of bonds)
Inconclusion the entry is: Debit Cash $259,960; Debit Discount on bonds payable $8,040;Credit Bonds payable $268,000.
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Answer: continuance commitment
Explanation: In simple words, continuance commitment refers to the situation when an individual working as an employee in an organisation does not want to leave it due to the costs involved in taking the decision.
In the given case, Maddie is going to retire in five years, if she leaves now she will loose the retirement benefits also the uncertainty regarding the new project is high leading to heavy opportunity costs.
Based on then information given his annual premium is $175,50.
<h3>Annual premium</h3>
Since he bought a life insurance policy of the amount of $135,000 his annual premium can be calculated as:
Annual premium per $1000 of coverage for a 35-year old = 1.30
Annual premium=Life insurance policy/1,000 ×1.30
Where:
Life insurance policy=$135,000
Let plug in the formula
Annual premium=$135,000/1,000×1.30
Annual premium= $175.50
Inconclusion his annual premium is $175,50.
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